We note that this concludes the result for many groups that have property (T), as the starting group \(G\)  or the seed group in a geometric small cancellation construction can be chosen to have it. This result relies heavily on the work of Lafforgue [1]} concerning the Baum–Connes conjecture with coefficients for hyperbolic groups, as it relies on the hyperbolic limiting terms having quantitative Baum–Connes assembly isomorphisms - which at this point in time can only be obtained as a consequence of the assembly conjecture for a set of specific coefficients.
